Q: Classification of elements $GL(d, \mathbb{R})$ Any $SL(2, \mathbb{R})$ is either elliptic or hyperbolic, or parabolic up to conjugacy; see here.
Do we have the same classification for $GL(d, \mathbb{R})$? If so, could you please introduce some references? I meant that it is true that any $GL(d, \mathbb{R})$ matrix is either elliptic or hyperbolic or parabolic up to conjugacy.
